Plot the modulus of a complex function as a 3D surface over the complex plane
ComplexPlot3D[f, {z, zmin, zmax}]
ComplexPlot3D[(z^2 + 1/z^2 - 1), {z, -2 - 2I, 2 + 2I}]
→ -Graphics3D-ComplexPlot3D[(z^2 + 1/z^2 - 1), {z, -2 - 2I, 2 + 2I}, PlotLegends -> Automatic]
→ -Graphics3D-ComplexPlot3D[(z^2 + 1/z^2 - 1), {z, -2 - 2I, 2 + 2I}, ColorFunction -> "CyclicLogAbsArg"]
→ -Graphics3D-- Axes — default True
- BoundaryStyle — default Black
- BoxRatios — default { 1 , 1 , 0.4 }
- ClippingStyle — default Automatic
- ColorFunction — default Automatic
- ColorFunctionScaling — default True
- EvaluationMonitor — default None
- Exclusions — default Automatic
- ExclusionsStyle — default None
- Filling — default None
- FillingStyle — default Opacity [ 0.5 ]
- MaxRecursion — default Automatic
- Mesh — default None
- MeshFunctions — default { Abs [ #2 ] & , Arg [ #2 ] & }
- MeshShading — default None
- MeshStyle — default Automatic
- NormalsFunction — default Automatic
- PerformanceGoal — default $PerformanceGoal
- PlotLegends — default None
- PlotPoints — default Automatic
- PlotRange — default { Full , Full , Automatic }
- PlotStyle — default Automatic
- PlotTheme — default $PlotTheme
- RegionFunction — default ( True & )
- ScalingFunctions — default None
- WorkingPrecision — default MachinePrecision